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Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Released Wednesday, 31st May 2017
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Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Geometric Methods for the Approximation of High-Dimensional Data Sets and High-Dimensional Dynamical Systems

Wednesday, 31st May 2017
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Maggioni, M (Johns Hopkins University)Thursday 25th May 2017 - 13:50 to 14:35

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Newton Gateway to Mathematics

In March 2013, the Isaac Newton Institute for Mathematical Sciences (INI) launched the Turing Gateway to Mathematics (TGM). The TGM is an impact initiative of the INI and aims to stimulate the interchange of knowledge and ideas between academics of different disciplines and users of modern mathematics. Named after Alan Turing because of his exceptionally wide influence across a very broad front, the Gateway is a channel for collaboration and cooperation between academia and industry. It will help to shorten pathways to impact and increase access to modern mathematical methods for other industrial and academic areas.

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